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Three-dimensional turbulent boundary layers: a report on EUROMECH 33

Published online by Cambridge University Press:  29 March 2006

H. Fernholz
H. Fernholz
Affiliation:
Hermann-Föttinger-Inatitut für Strömungstechnik, Technische Universität Berlin
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Abstract

The 33rd EUROMECH Colloquium on three-dimensional turbulent boundary layers was held in Berlin during 25–27 September 1972. Forty-two participants from six countries were present, and Professor R. Wille and the author organized the Colloquium. The papers presented could be clearly divided into two groups, one dealing with prediction methods and the other describing experimental results. References quoted give the titles of the papers presented at the meeting and refer to further work discussed at the Colloquium; there will be no other publication of the proceedings.

Type
Research Article
Information
Journal of Fluid Mechanics , Volume 58 , Issue 1 , 20 March 1973 , pp. 177 - 186
Copyright
© 1973 Cambridge University Press

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References

Bradshaw, P. 1971 Calculation of three-dimensional turbulent boundary layers. J. Fluid Mech. 46, 417–445.
Bradshaw, P. & Terrell, M. G. 1969 The response of a turbulent boundary layer on an infinite swept wing to the sudden removal of pressure gradient. N.P.L. Aero. Rep. no. 1305.Google Scholar
Cooke, J. C. 1965 Three-dimensional boundary layers. R.A.E. Tech. Memo. Aero. no. 915.Google Scholar
Cousteix, J. & Quémard, C. 1972 Velocity profiles and wall shear stress of three-dimensional turbulent boundary layers. Onera, T. P. no. 1134. Edition provisoire.Google Scholar
Cousteix, J., Quémard, C. & Michel, R. 1972 Application d'un schéma amélioré de longueur de mélange à 1'étude des couches limites turbulentes tridimensionelles. Agard Current Paper, no. 93.Google Scholar
Cumpsty, N. A. & Head, M. R. 1967 The calculation of three-dimensional turbulent boundary layers. Aeron. Quart. 18, 55–84, 150–164.Google Scholar
Domingos, J. J. D. & Filipe, J. M. C. 1972 A comparative study of difference schemes for the solution of ∂ui/∂t+uj ∂ui/∂x, = vδ2ui + ∂F/∂xi,. 3rd Int. Con., on Numerical Methods in Fluid Mech.Google Scholar
Eichelbrenner, E. 1965 La couche limite tridimensionelle en regime turbulent d'un fluide compressible: cas de la paroi athermane. Aqar Dograph, no. 97.Google Scholar
Etheridge, D. W. 1971 An experimental investigation into three-dimensional turbulent boundary layers in incompressible flow. Submitted for Ph.D. degree at the University of London.
Horlocp, J. H., Norbury, J. F. & Cooke, J. C. 1967 Three-dimensional boundarylayers: a report on Euromech 2. J. Fluid Mech. 27, 369–380.Google Scholar
Johnston, J. P. 1960 On the three-dimensional turbulent boundary layer generated by secondary flow. J. Basic Engng, Trans. A.S.M.E. D 82, 233.Google Scholar
Krause, E., Hirschel, E. H. & Bothmann, Th. 1969 Differenzenformeln zur Berechnung dreidimensionaler Grenzschichten. DLR F B no. 69-66.Google Scholar
Michel, R., Quémard, C. & Cousteix, J. 1971 Solution de similitude pour les couches limites turbulentes avec gradient de pression en fluide compressible. La Recherche Ae'rospatiale Onera, no. 1971-6, pp. 323–333.Google Scholar
Moore, R. W. & Rich-SON, D. L. 1957 Skewed boundary-layer flows near the end walls of a compressor cascade. Trans. A.S.M.E., 79, 1789–1800.Google Scholar
Myrino, D. F. 1970 An integral prediction method for three-dimensional turbulent boundary layers in incompressible flow. R.A.E. Tech. Rep. no. 70147.Google Scholar
Quémard, C. & Cousteix, J. 1972 Calculation methods for three-dimensional turbulent boundary layers with and without rotation of the walls. Onera Tech. Paper, no. 1135, Edition Provisoire.Google Scholar
Redeker, G. 1970 Measurements in the three-dimensional turbulent boundary layer on an infinite swept wing. Dpvlr Ber. no. 0627. Braunschweig.Google Scholar
Roux, B. 1972 Supersonic laminar boundary layer near the plane of symmetry of a cone at incidence. J. Fluid Mech. 51, 1–14.Google Scholar
Smith, P. D. 1968 Calculation method for three-dimensional turbulent boundary layers. Aero. Res. Counc. R. &. M. no. 3523.Google Scholar
Van Den Berg, B. & Elsenaar, A. 1972 Measurements in a three-dimensional turbulent boundary layer under infinite swept wind conditions. Draft Version NLR Tech. Rep. 72092 U.Google Scholar
Wesseling, P. & Lindhout, J. P. F. Three-dimensional incompressible turbulent boundary layers: comparison between calculations and experiments.
Wesseling, P. & Lindhout, J. P. F. 1971 A calculation method for three-dimensional incompressible turbulent boundary layers. AGARD Current Paper, CPP-93-71.Google Scholar